14.15
Imagine two farmers—one growing oranges and the other growing apples—sharing a fixed amount of labor and capital.
In an Edgeworth Box, the contract curve represents all efficient input allocations between the two farmers.
Now, let’s connect this to production. Each efficient input allocation in the Edgeworth Box leads to a specific combination of apples and oranges that can be produced.
When we map these output combinations onto a graph, we get the Production Possibility Frontier (PPF). This curve connects all possible efficient output combinations of two goods, given the available resources and technology.
Points on the PPF represent efficient production levels where resources are fully utilized. However, if resources are misallocated or underutilized, production falls inside the PPF, as represented at point F. To move from F to G, the farmers must improve efficiency.
Additionally, the PPF slopes downwards because producing more apples requires sacrificing some oranges, and vice versa. The slope of the PPF, known as the Marginal Rate of Transformation, quantifies this trade-off.
埃奇沃思盒说明了在两家企业(一家生产小麦,另一家生产棉花)之间分配固定数量的劳动力和资本的所有可能方式。盒子内部的每个点都代表这些投入在两家企业之间的一种具体分配。在这些点中,契约曲线强调了所有具有帕累托效率的分配,即任何劳动力或资本的重新分配都不能在不减少另一家企业的产出的情况下增加一家企业的产出。这一条件定义了帕累托效率,即通过能够充分发挥两家企业潜力的方式来分享投入的点。
契约曲线上的每种有效投入分配都会产生小麦和棉花产出的特定组合。通过绘制出所有的这些产出组合,经济学家得出了生产可能性边界(PPF)。生产可能性边界表示经济在资源分配有效的情况下能够生产出的小麦和棉花的最大组合。生产可能性边界通常呈凹形,这反映了回报递减原则——随着越来越多的投入转向小麦生产,这些投入的效果会变得越来越差,因为它们更适用于棉花。生产率的下降会导致机会成本上升,这意味着经济必须通过牺牲更多的棉花来生产每一额外单位的小麦。
生产可能性边界上的每个点都意味着高效生产,即所有的资源都会得到充分且有效的利用。相比之下,生产可能性边界内的任何一点都意味着效率低下。这种效率低下可能来源于劳动力或资本利用不足、投入分配不当,或者更深层次的原因,例如结构僵化或制度限制——比如过时的法规、薄弱的基础设施或技术限制。
随着时间的推移,如果经济能够获得更多的资源或能够改进技术,那么生产可能性边界就可能会向外移动。这种向外移动意味着长期经济增长,它使得经济能够实现两种商品的更高生产水平。
Imagine two farmers—one growing oranges and the other growing apples—sharing a fixed amount of labor and capital.
In an Edgeworth Box, the contract curve represents all efficient input allocations between the two farmers.
Now, let’s connect this to production. Each efficient input allocation in the Edgeworth Box leads to a specific combination of apples and oranges that can be produced.
When we map these output combinations onto a graph, we get the Production Possibility Frontier (PPF). This curve connects all possible efficient output combinations of two goods, given the available resources and technology.
Points on the PPF represent efficient production levels where resources are fully utilized. However, if resources are misallocated or underutilized, production falls inside the PPF, as represented at point F. To move from F to G, the farmers must improve efficiency.
Additionally, the PPF slopes downwards because producing more apples requires sacrificing some oranges, and vice versa. The slope of the PPF, known as the Marginal Rate of Transformation, quantifies this trade-off.
From Chapter 14:
Now Playing
General Equilibrium Theory and Welfare Economics
656 Views
General Equilibrium Theory and Welfare Economics
1.5K Views
General Equilibrium Theory and Welfare Economics
786 Views
General Equilibrium Theory and Welfare Economics
696 Views
General Equilibrium Theory and Welfare Economics
478 Views
General Equilibrium Theory and Welfare Economics
1.4K Views
General Equilibrium Theory and Welfare Economics
1.7K Views
General Equilibrium Theory and Welfare Economics
495 Views
General Equilibrium Theory and Welfare Economics
443 Views
General Equilibrium Theory and Welfare Economics
395 Views
General Equilibrium Theory and Welfare Economics
727 Views
General Equilibrium Theory and Welfare Economics
361 Views
General Equilibrium Theory and Welfare Economics
363 Views
General Equilibrium Theory and Welfare Economics
476 Views
General Equilibrium Theory and Welfare Economics
538 Views
See More